Au Eu + = 1 in Q - U=O on 20 - {y=0} Y=0 O< X < TT a - 0,(x ,o) = x where & ER and 0 = (0, IT)x(0, T Find the existence
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Au Eu + = 1 in Q - U=O on 20 - {y=0} Y=0 O< X < TT a - 0,(x ,o) = x where & ER and 0 = (0, IT)x(0, T Find the existence
Au Eu + = 1 in Q - U=O on 20 - {y=0} Y=0 O< X < TT a - 0,(x ,o) = x where & ER and 0 = (0, IT)x(0, T Find the existence and uniqueness of solution ? (Check Lax - Milgram theorem) (Please show ist step by step.) a weak
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